Computations on Identities of Euler Numbers

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Title:	Computations on Identities of Euler Numbers
Authors:	李華倫 Li, Hua-lun
Contributors:	應用統計學系 Applied Statistics
Keywords:	歐拉數;代數結構;D型模塊;魏爾代數;符號計算 D-module;Weyl algebra;secant Euler number;SymPy
Date:	2012
Issue Date:	2014-06-27 10:57:16 (UTC+8)
Abstract:	運用黃一樵在"ALGEBRAIC STRUCTURES OF EULER NUMBERS"論文中的方法結合電腦符號計算軟體SymPy我們產生了多個關於割線歐拉數的新恆等式。 Base on I-Chiau Huang’s method in ALGEBRAIC STRUCTURES OF EULER NUMBERS, using a symbolic software SymPy we are able to produce several identities of secant Euler numbers.
Appears in Collections:	[Department of Applied Statistics] Journal Articles

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